/sci/ - Science & Math

>>10050786
elaborate

>>10050756
not my video fagget, but nice try

>>10050625
no

>>10050602
nerd

(skip to 2:31

>>10050590
wait, you cant draw on /sci/? nvm then
in other news, why dont we have drive throuh grocery stores yet?
https://youtu.be/zLtJiO7q9jQ?t=153
this shit looks bomb

>>10050586
next year ill have to do pre calc as my math class, and i think it might just kill me

im gonna draw something real quick, tell me if it is the right board or not for it

thanks for your help, have a nice day, guys :)

lel v:

Hello, I'm doing a little poll about how many colorblind people do you know. Is for a school work, so if you can help me whit this I would appreciate it.

Use science

they want me to start algebra early and idk what to say to them, is it hard?

>>9121870
People are not wired to be happy for a sustained period of time. We all experience it, what happens is that you accept your new reality as normal and therefore interpret every following event in the assumption that you will stay equally happy or hopefully even become more happy.

What I'm trying to say is that consciousnesses is pain. My point in case is that all the things that you list as making someone happier (alcohol, sex, drugs) are ways to escape it.

What you can do now is either accept that and go stoic or try escaping it. Fun thing is that it doesn't matter.

>>8587625
fucking pleb
>treads that has filled this place
*threads that have filled this place

It would most likely work; just wouldn't be a black hole.

>>8148294
How would I know?

>>7932929
Yes.

>>7899869
We figured this out a long ass time ago. Its A. The cube isn't moving, the portal is. I'm also pretty sure someone already tested it and put it on youtube, but i'm too lazy to check.

>>7694038
I actually like your question anon.

I like to think of it like this:

A potential energy function is the solution to a differential equation which gives information about work being done. (Sometimes the solution to a DE is called the potential function for this reason.)

Energy functions are just a way for us to quantify what is happening in the world around us. They do not have any physical form, they are just predictive models which allow us to guess what might happen in the future.

I could go on about my personal thoughts on models in general, but only if someone is actually interested. It is kind of long winded.

Okay, so this is 2-bromobutanoic acid.
1 degree of sat for the O=...

So I cannot explain why this is a 3, but you could explain why it's a 1, and you'd be right.

Anyone knows how to make methamphetamines, it is for a task.

>>7045386
>It may be true that we have 22*23/2 possible pairs. But from there, how do you build the relation to birthdays?
Given two people, what's the chance of them having the same birthday? 1/365.
Given 23 people, how many distinct pairs can you make? 23*22/2 = 253.
Therefore, given 23 people, the chance of two of them having the same birthday is 253 * 1/365.

One may define a concept of an n-person game in which each player has a finite set of pure strategies and in which a definite set of payments to the n players corresponds to each n-tuple of pure strategies, one strategy being taken for each player. For mixed strategies, which are probability distributions over the pure strategies, the payoff functions are the expectations of the players, thus becoming polylinear forms in the probabilities with which the various players play their various pure strategies.
Any n-tuple of strategies, one for each player, may be regarded as a point in the product space obtained by multiplying the n strategy spaces of the players. One such n-tuple counters another if the strategy of each player in the countering n-tuple yields the highest obtainable expectation for its player against the n-1 strategies of the other players in the countered n-tuple. A self-countering n-tuple is called an equilibrium point.
The correspondence of each n-tuple with its set of countering n-tuples gives a 1-to-many mapping of the product space into itself. From the definition of countering we see that the set of countering points of a point is convex. By the continuity of the payoff functions, the graph of the mapping is closed. The closedness is equivalent to saying: if <span class="math">P_1,P_2,\ldots[/spoiler] and <span class="math">Q_1,Q_2,\ldots, Q_n,\ldots[/spoiler] are sequences of points in the product space where <span class="math">Q_n\rightarrow Q, P_n\rightarrow P[/spoiler] and <span class="math">Q_n[/spoiler] counters <span class="math">P_n[/spoiler] then Q counters P.
Since the graph is closed and since the image of each point under the mapping is convex, we infer from Kakutani's theorem that the mapping has a fixed point (i.e. point contained in its image). Hence there is an equilibrium point.
In the two-person zero-sum case the "main theorem" and the existence of an equilibrium point are equivalent. In this case any two equilibrium points lead to the same expectations for the players, but this need not occur in general.